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Pro. Of 15th International Workshop on Singularities, So Carlos, 2018Journal of Singularities Volume 22 (2020), 278314DOI: 10.5427/jsing.2020.22rMORIN SINGULARITIES OF COLLECTIONS OF REFORMS AND VECTOR

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How to fill out morin singularities of collections

01

Identify the collection of objects that exhibits morin singularities

02

Locate the singular points within the collection

03

Specify the order of the singularities at each point

04

Analyze the behavior of the collection near the singularities

05

Fill out the morin singularities specifying the type and location of each singularity

Who needs morin singularities of collections?

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Researchers studying differential geometry and topology

02

Mathematicians exploring the properties of singularities in collections

03

Physicists investigating the behavior of physical systems with singular points

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What is morin singularities of collections?

Morin singularities of collections refer to a specific classification of geometric singularities that arise in algebraic geometry, particularly in the study of families of algebraic curves.

Who is required to file morin singularities of collections?

Researchers and institutions involved in the study or reporting of algebraic geometric properties related to Morin singularities are typically required to file these collections.

How to fill out morin singularities of collections?

To fill out morin singularities of collections, one must provide detailed information about the singularities identified, including their types and characteristics, along with relevant geometrical and algebraic data.

What is the purpose of morin singularities of collections?

The purpose of morin singularities of collections is to systematically document and analyze the properties of these singularities to further research in algebraic geometry.

What information must be reported on morin singularities of collections?

The reported information should include the types of singularities, their classifications, the context of their occurrence, and any mathematical implications or applications.

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